Editing Differential form (section)

== References ==
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* {{citation | first=David|last= Bachman | title=A Geometric Approach to Differential Forms | publisher=Birkhäuser | year = 2006 | isbn =978-0-8176-4499-4 }}
* {{citation | first=David|last= Bachman | title=A Geometric Approach to Differential Forms   | year = 2003 | 	arxiv=math/0306194v1 |bibcode=2003math......6194B}}
* {{citation | first=Henri|last= Cartan | author-link=Henri Cartan |title=Differential Forms | publisher=Dover  | year = 2006 | 	isbn= 0-486-45010-4 }}—Translation of ''Formes différentielles'' (1967)
* {{citation | author-link=Jean Dieudonné|first=Jean|last=Dieudonné| title=Treatise on Analysis | volume=3 | location=New York-London| publisher=Academic Press, Inc. | year=1972 | mr=0350769}}
* {{citation | first=Harold M. |last= Edwards | author-link = Harold M. Edwards | title=Advanced Calculus; A Differential Forms Approach |series= Modern Birkhäuser Classics | location=Boston, Basel, Berlin | publisher= Birkhäuser | year=1994 |doi=10.1007/978-0-8176-8412-9 | isbn = 978-0-8176-8411-2}}
* {{Citation | first = Gerald B. | last = Folland | author-link = Gerald Folland | title = Real Analysis: Modern Techniques and Their Applications | edition = Second | isbn = 978-0-471-31716-6 | year = 1999 | publisher = John Wiley & Sons | postscript =, }} provides a brief discussion of integration on manifolds from the point of view of measure theory in the last section.
* {{citation | first=Harley|last= Flanders | author-link=Harley Flanders|title=Differential forms with applications to the physical sciences | location=Mineola, New York | publisher=Dover Publications | year=1989 | orig-year=1964|isbn = 0-486-66169-5}}
* {{citation|first=Wendell H.|last= Fleming|author-link=Wendell Fleming|year=1965|title=Functions of Several Variables|publisher= Addison-Wesley|chapter=Chapter 6: Exterior algebra and differential calculus|pages=205&ndash;238 | postscript =. }} This textbook in [[multivariate calculus]] introduces the exterior algebra of differential forms at the college calculus level.
* {{citation | first=Shigeyuki | last=Morita | title=Geometry of Differential Forms | publisher=AMS | year=2001 | isbn=0-8218-1045-6 | url-access=registration | url=https://archive.org/details/geometryofdiffer00mori }}
* {{citation | author-link=Walter Rudin|first=Walter|last=Rudin | title=Principles of Mathematical Analysis | location=New York | publisher=McGraw-Hill | year=1976 | isbn = 0-07-054235-X}}
* {{citation |last=Spivak |first=Michael| title=Calculus on Manifolds |url=https://archive.org/details/SpivakM.CalculusOnManifolds_201703| year = 1965 | postscript =, | author-link=Michael Spivak| location=Menlo Park, California | publisher=W. A. Benjamin | isbn = 0-8053-9021-9 }} standard introductory text.
* {{citation | first=Loring W.|last= Tu | author-link=Loring W. Tu| title=An Introduction to Manifolds | publisher=Springer | year = 2008 | isbn = 978-0-387-48098-5 | doi=10.1007/978-1-4419-7400-6 |series= Universitext }}
* {{citation | author-link=Vladimir A. Zorich|first=Vladimir A.|last= Zorich | title=Mathematical Analysis II | publisher=Springer | year = 2004 | isbn = 3-540-40633-6 }}
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